Thermal analysis of high-pressure hydrogen during the discharging process

Y. Kawano, T. Kuroki, N. Sakoda, M. Monde, Y. Takata

研究成果: ジャーナルへの寄稿記事

抄録

The transient temperature and pressure of hydrogen are measured during the hydrogen discharging process through an orifice in a high-pressure vessel. The initial pressures of hydrogen in the vessel are set to approximately 30, 60, and 100 MPa. The mass flow rate and heat flux between hydrogen and the inner wall of the vessel are theoretically estimated using fundamental equations and experimental results with accurate thermophysical properties of hydrogen. The generation of temperature distribution and flow due to heat transfer in the vessel during discharge is verified by numerical analysis. Further, the relationship between reference gas temperature and heat flux in the vessel during the release of high-pressure hydrogen is studied. The average heat flux in the vessel is calculated using experimental and numerical analysis. The appropriate reference temperature is obtained using the comparison of the average heat flux in the vessel. In addition, the dominant heat transfer mode during hydrogen discharge is investigated. Numerical analysis shows that natural convection is formed inside the vessel due to a decrease in temperature. The Nusselt numbers in this process are presented as a function of Rayleigh numbers which are obtained by the experimental results and mass and energy conservations. The relationship between the Nusselt and Rayleigh numbers agrees with the heat transfer correlations of natural convections.

元の言語英語
ページ(範囲)27039-27045
ページ数7
ジャーナルInternational Journal of Hydrogen Energy
44
発行部数49
DOI
出版物ステータス出版済み - 10 11 2019

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Thermoanalysis
vessels
thermal analysis
Hydrogen
hydrogen
Heat flux
heat flux
numerical analysis
Numerical analysis
heat transfer
Rayleigh number
Nusselt number
Heat transfer
Natural convection
free convection
Temperature
pressure vessels
mass flow rate
thermophysical properties
orifices

All Science Journal Classification (ASJC) codes

  • Renewable Energy, Sustainability and the Environment
  • Fuel Technology
  • Condensed Matter Physics
  • Energy Engineering and Power Technology

これを引用

Thermal analysis of high-pressure hydrogen during the discharging process. / Kawano, Y.; Kuroki, T.; Sakoda, N.; Monde, M.; Takata, Y.

:: International Journal of Hydrogen Energy, 巻 44, 番号 49, 11.10.2019, p. 27039-27045.

研究成果: ジャーナルへの寄稿記事

Kawano, Y. ; Kuroki, T. ; Sakoda, N. ; Monde, M. ; Takata, Y. / Thermal analysis of high-pressure hydrogen during the discharging process. :: International Journal of Hydrogen Energy. 2019 ; 巻 44, 番号 49. pp. 27039-27045.
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AU - Monde, M.

AU - Takata, Y.

PY - 2019/10/11

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AB - The transient temperature and pressure of hydrogen are measured during the hydrogen discharging process through an orifice in a high-pressure vessel. The initial pressures of hydrogen in the vessel are set to approximately 30, 60, and 100 MPa. The mass flow rate and heat flux between hydrogen and the inner wall of the vessel are theoretically estimated using fundamental equations and experimental results with accurate thermophysical properties of hydrogen. The generation of temperature distribution and flow due to heat transfer in the vessel during discharge is verified by numerical analysis. Further, the relationship between reference gas temperature and heat flux in the vessel during the release of high-pressure hydrogen is studied. The average heat flux in the vessel is calculated using experimental and numerical analysis. The appropriate reference temperature is obtained using the comparison of the average heat flux in the vessel. In addition, the dominant heat transfer mode during hydrogen discharge is investigated. Numerical analysis shows that natural convection is formed inside the vessel due to a decrease in temperature. The Nusselt numbers in this process are presented as a function of Rayleigh numbers which are obtained by the experimental results and mass and energy conservations. The relationship between the Nusselt and Rayleigh numbers agrees with the heat transfer correlations of natural convections.

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